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Frustrated bilayer smectic phase in main-chain polymers with two different spacers

Junji Watanabe, Yasukazu Nakata, Kazuya Simizu

To cite this version:

Junji Watanabe, Yasukazu Nakata, Kazuya Simizu. Frustrated bilayer smectic phase in main-chain polymers with two different spacers. Journal de Physique II, EDP Sciences, 1994, 4 (4), pp.581-588.

�10.1051/jp2:1994149�. �jpa-00247984�

(2)

Classification

Physics

Abstracts

61.30 61.30E

Frustrated bilayer smectic phase in main-chain polymers with two different spacers

Junji Watanabe,

Yasukazu Nakata

(*)

and

Kazuya

Simizu

Department of

Polymer Chemistry, Tokyo

Institute of

Technology, Ookayama, Meguro-ku, Tokyo

152,

Japan

(Received

10 December 1993, revised 26

January

1994,

accepted

18

February1994)

Abstract. We have studied the structural characteristics of the smectic

phases

formed

by

the main-chain type of

polymers

in which the

mesogenic biphenyl

moieties are linked

by

two different odd-nuInbered

aliphatic

spacers in a

regularly

alternate fashion. The first

interesting

result of this

study

is that the two different types of

layer

structures are formed

depending

on the difference in the

lengths

of two

aliphatic

spacers. In the

polymers

with the two spacers

having

a sInall difference in their

lengths,

the

single layer

structure is formed as a result of the random

mixing

of the two different spacers. In contrast, if there is

a

sufficiently large

difference in

lengths,

the two different spacers

participate

into different

layers

and so the sInectic

phase

appears to have a

bilayer

character. The second

interesting

result is that the

bilayer

smectic

phase pretends

the frustrated structure with the unusual

density1nodulation

in the direction

parallel

to the

layer.

This frustrated structure has been

explained

as

resulting

from a two-

dimensional escape of the spontaneous

polarization.

We have so far

reported

the

thermotropic mesophase properties

of main-chain BB-n

polyes-

ters that can be constructed

by

an alternate

arrangement

of the

mesogenic p,p'-bibenzoate

unit and the flexible

alkylene

spacer with the carbon number of n 11-?]

1(~§~OiCH~(Ol

o o

n =

3 ~-9

This

homologous

series of BB-n

(n

=

3-9) invariably

form smectic

mesophases

whose

isotropiza-

tion

temperatures

and

entropies

exhibit an even-odd oscillation with the number of

intervening methylene units,

n. The even-odd oscillation was also observed on the

types

of smectic

phases.

In even-membered BB-n there is formed a normal smectic A

phase

in which both axes of the

polymer

chain and

mesogenic

group lie

perpendicular

to the

layers.

In contrast, the smectic

(*)

Present Address: LINTEC Co.,

Nishikicho, Warabishi,

Saitarna 335,

Japan.

(3)

582 JOURNAL DE

PHYSIQUE

II N°4

structure in odd-membered ones was identified as a new

type

of smectic

phase,

smectic

CA [8],

in which the tilt direction of

mesogenic

groups is invariable in every second

neighboring layer

but

opposite

to the other between

neighboring layers (refer

to

Fig.

6 of Ref.

[2]).

The forma-

tion of such a distinct

SCA

structure as well as the odd-even appearance of smectic structures have been

explained

as

resulting

from a

coupling

of the

polymeric

and

mesogenic

effects in which the

spatial arrangement

of

mesogenic

groups is

strongly

confined

by

the conformation of the

intervening alkylene

spacers

[2, 4, 7, 9].

In addition to this conformational constraint

effect,

another

interesting

effect can be consid- ered on the smectic structure in the main-chain

type

of

polymers [10].

If there are two different

alkylene

spacers within a

polymer

molecule which are

incompatible sterically,

and if there is

sufficient lateral attraction between identical spacers of

adjacent polymer molecules,

segrega-

tion into

bilayer

may occur.

Then,

four

possible types

of

bilayer

structures will arise as a result of a

coupling

with the conformational constraint mentioned above. These are illustrated in

figures

la to Id. The

bilayer

structures of

figures

la and 16 may be formed from the

polymers

in which both different spacers have even number of carbons. The

bilayer

smectic

phase

in

figure

lc may arise in the

polymers

with the two spacers different in an odd-even

parity

of their carbon numbers.

Finally,

the

bilayer phase

of

figure

Id can be

expected

for the

polymers

with the two odd-numbered spacers.

a

b

c

d

Fig.

1. Four

possible

smectic structures with the

bilayer

modifications which may be formed in the main-chain

polymers

with the two different spacers

sequenced

in a

regularly

alternate fashion.

Among these,

the

bilayer

smectic

phase

of

figure

id is

especially interesting

since it should be ferroelectric even in nonchiral

system.

The

ferroelectricity

can be understood

by considering

the space group. As illustrated in

figure 2,

the space group is

analogous

to the

crystallographic C]~;

there are two fold axes

along y-axis

and mirror

planes perpendicular

to z- and z-axes

[11, 12].

Since there is no mirror

plane perpendicular

to the two fold axes, the spontaneous

polarization

can be

expected

to arise

along

the

y-axis, I-e-,

in a tilted direction in a

layer [13].

The

present study

has been

performed

to seek this

type

of ferroelectric smectic

liquid crystal

(4)

in the

following

main-chain

polymers

in which two

mesogenic biphenyl

moieties dud two odd- numbered

aliphatic

chains are

sequenced

in a

regularly

alternate fashion

[14].

1§~O(CH~(O~§-OfCH2§o

o o

n =

3, 5, 7, 9,11,13

U

-

i

~ ~

z z z

ihY ihY /~'~

~ ~

~

~

~ ~~ z

~~~

Fig.

2.

Space-group

symmetry for the

bilayer

smectic structure of

figure

id

ii11.

Here,

the

aliphatic

chain

containing

three

methylene

units is connected to the

mesogenic

cores

by

two ester

linking

groups, while the other

aliphatic

chain is linked to the

mesogenic

cores

by

two ether groups

containing

a variable odd number of

methylene

groups with n

=

3, 5, 7, 9,

11 and 13. The

polymers

were

designated

BP-C03-0n where 3 and n indicates the

number of

methylene

groups in the spacers. These were

prepared by

a

polycondensation

of the

corresponding 4,4'-dicarboxy-a,uJ-diphenylphenoxyalkane

and

1,3-propanediol,

which have been described elsewhere

[14].

All the

polymers

form the smectic

mesophases.

The

phase

transition

temperatures

and

enthalpies,

collected from the DSC

cooling

curves, are listed in table I.

Depending

on the

compatibility

of two flexible spacers, two

possible types

of smectic struc-

tures can be considered to be formed. One is the

single-layer

smectic

phase

in which the two

different spacers are

compatible

and so

randomly

mixed. Another is the

bilayer

smectic

phase

with the different spacers

segregated

from each other. These two

types

of

layer

structures can be

easily distinguished

from each other

through

the x-ray observations. In random

mixing

system,

the first-order

layer

reflection should arise with a

spacing corresponding

to half the

length

of a repeat unit of

polymer (L/2)

while in the

bilayer system

it arises with a

spacing corresponding

to the

length

of a repeat unit

(L).

Figure

3a shows the

X-ray

diffraction

pattern

observed for the oriented smectic

phase

of BP- C03-07.

Here,

the oriented

specimen

has been

prepared

as a fiber

by pulling

up the

isotropic

(5)

584 JOURNAL DE

PHYSIQUE

II N°4

Table I. Phase transitions

(°C)

of BP-C03-0n

polymers

based on

cooling

DSC

data;

K

=

crystal; Sm

=

smectic;

I =

isotropic melt;

= transition

enthalpies (AH)

in

kJ/mol

of

repeat

unit.

/~i

-1<.>

~

~~~~

jansitious

~inh ~ ~

BP-C03-03 0.43 169

(4.6)

248

(13.4)

BP-C03-05 0.41 155

(4.6)

249

(18.4)

BP-C03-07 0.54 161

(7.5)

236

(17.1)

BP-C03-09 0.38 149

(3.3)

213

(18.0)

BP-C03-011 0.58 145

(3.8)

202

(19.2)

BP-C03-013 0.37 157

(3.8)

196

(23.4)

(*)Inherent

viscosities were determined at 25 °C

by using

0.5

dlg~~

solutions in a

60/40 w/w

mixture of

phenol

and tetrachloroethane.

melt and the fiber axis

corresponding

to the

polymer

chain axis is

placed

in the vertical direction

[2]. The similar

X-ray pattern

was observed for

BP-C03-03,

BP-C03-05 and BP-C03-09. For

these

polymers

with n

= 3 to

9,

the first-order

layer

reflections

(the

001

reflections)

appear

having

the

spacings

of12.9

Ji

to 16.1

Ji

as listed in table II. These values

approximate

to half the

repeat length (L/2)

11,

7], meaning

that the

layer

structure is constructed

by

a random

mixing

of the two different spacers.

Further,

it is found from

figure

3a that the

layer

reflection

irises just

on a meridian while the outer broad reflection

showing

the

liquid-like

association of

mesogenic

groups in a

layer

are

placed

above and below the

equator.

This diffraction

geometry

clarifies the

SCA type

of

layer

structure

[2, 4].

Table II. The

spacing Ji

of

layer

reflections observed for the smectic

phases

of BP-C03-0n

polymers; ),

indices of reflections

(see

the

text).

BP-C03-03 BP-C03-05 BP-C03-07 -C03-011 -C03-013

21.9

(101)

24.7

(101)

12.9

(001)

13.9

(001)

14.9

(001)

16.1

(001)

17.1

(002)

18.0

(002)

6.43

(002)

6.94

(002)

7.45

(002)

8.54

(004)

9.04

(004)

6.66

(105)

5.70

(006)

The

remarkably

distinct

X-ray

pattern is observed for the smectic

phases

of the BP-Co3-011 and

BP-Co3-013,

as shown in

figure

3b. The narrow distribution of reflection intensities also

points

to the

high degree

of orientation in fibers. An

interesting aspect

of this pattern is that

(6)

a)

b)

Fig.

3.

X-ray

diffraction

photographs

of the oriented smectic

phases

observed in

(a)

BP-C03-07 and

(b)

BP-C03-011 fibers at 200 °C. The fiber

specimen

was

prepared by pulling

up the

isotropic

melt and its axis is

placed

in the vertical direction. The

enlarged photograph

in

(b)

shows the

X-ray

pattern in the

small-angle region.

the meridional

layer

reflection is

accompanied by

four

point (off-meridional)

reflections

(see enlarged photograph

in

Fig. 3b).

The relative intensities of these reflections are maintained

constant with the variation of

mesophase temperatures, showing

that these come from a

single

phase.

As listed in table

II,

the

spacing

of the first meridional reflection

corresponds

to half the

length

of

repeat

unit

IL /2)

while the off-meridional reflections appear with the

height

of

1IL

far from the

equator.

This dictates that there is a

density

modulation with a

periodicity

of L

along

the

layer

normal. The

X-ray photograph

shows

additionally

weak but distinct

higher-

order reflections on meridian and

off-meridian,

which are also listed in table II. All of these reflections can be

interpreted

as ool

11 =

2m)

and lot 11

=

2m+1)

reflections based on the twc-dimensional

rectangular

lattice. The lattice

parameters

are determined as a

= 28.5

Ji

and

c = 34.2

Ji

for

BP-Co3-011,

and a

= 33.8

Ji

and c

= 36.2

Ji

for BP-Co3-013.

Here,

the c-axis

corresponds

to the

polymer

chain axis and a-axis lies

perpendicularly

to the

polymer

chain.

Considering

that the

averaged

diameter of molecule is more or less than 4.5

Ji,

six to

eight

(7)

586 JOURNAL DE

PHYSIQUE

II N°4

molecules are located in these lattices. The diffuse outer reflections are also observed

here, lying

above and below the

equator. Hence,

the

mesogenic

groups are

liquid-like

in a

layer

with their axes

alternately

tilted to the

layer

normal

similarly

as in the

SCA Phase

of the random

mixing system.

Overall results show that the smectic

phase pretends

the

bilayer

structure of

figure

id

although

it also has another

periodic density

modulation in a direction

parallel

to the

layer irrespective

of the

liquid-like

lateral association of

mesogenic

groups. We thus come to a

preliminary

conclusion that even the

compatible aliphatic

spacers can form different

layers

if there is a

sufficiently large

difference

(8

or more in the carbon

number)

in their

lengths.

Let us consider the

layer

structure

responsible

for

showing

the distinct

X-ray pattern

of

figure

3b. This characteristic

pattern containing

the meridional and off-meridional

layer

reflections is reminiscent of those

reported

for the frustrated smectic

phases [15-17]. Using

the

concept

developed

for the frustrated smectic

phases,

we can

tentatively

propose a structural model as illustrated in

figure 4, according

to which the internal structure of the smectic

layers displays

an unusual

density

modulation

parallel

to the tilt direction of

mesogenic

groups

[18].

The unusual

density

modulation is

produced

in such a way that the

bilayer

is constructed

by

a

repeat

unit of

polymer

chain in a small domain but the

polymer

chains in

adjacent

small

domain slide

halfway along

the

layer

normal after the 180° rotation around their chain axes.

In other

words,

it can be described

by

a

periodic

structure of domain

walls,

in each domain the basic

layer

structure

being

the same as the

bilayer

structure of

figure

id. Observation of a

series of reflections with = to 5 dictates the

highly positional

order

along

the

layer

normal

(c-axis)

while the

positional

order

along

the

layer la-axis)

is low because of the observation of reflections with

only

h

= 1. This shows that the

density

modulation

along

the

layer

is not

necessarily regular. Furthermore,

one can find that the tilted orientation correlation of the

mesogenic

groups, which should be

required

in the

liquid crystalline field,

has been maintained

irrespective

of the frustration

(see

dashed

curves).

c=3~.2i

S'

'11gJ

~p~J

'W

'~~

~>°

'

Fig.

4. Tentative structural model for the frustrated smectic

phase

of BP-C03-011. For convenience, the

polymer

chains in

an all-trans conformation

are illustrated.

(8)

The frustrated smectic

phases

with a

twc-dimensionally positional

order have been

firstly

observed for low molar mass

compounds

such as the derivatives of

cyanobiphenyl possessing

a

strong longitudinal dipole [15].

Frustration effects arise in such a

system

because of the

incommensurability

of two

types

of characteristic

lengths, namely,

the molecular

length

and the

pair length,

the

pair

formation

being

controlled

by dipolar

forces

[16, 17].

The frustrated

smectic

structure,

as an another

example,

has been observed in the combined main-chain

/side-

chain

polymers.

It has been

explained

to be caused

by

the combined orientation of side-chain and main-chain mesogens

[19, 20], showing

that the frustrated smectic

phase

can be induced

by

an

appropriate design

of

polymer

molecule. In the

present system,

can one make sense for the

driving

force for the

adoption

of such a frustrated smectic

phase?

If the fundamental

bilayer

smectic

phase

of

figure

id is

ferroelectric,

it turns out that the answer is rather

simple.

By

a

comparison

with the ferroelectric

bilayer phase

of

figure id,

one can find that there is

a twc-dimensional escape of

polarization, I-e-,

an antiferroelectric

arrhngement

of

polarization

in the frustrated smectic

phase

of

figure

4. It is thus

postulated

that the frustration has been induced to eliminate the

strong

interaction of the

spontaneous polarization. Any

other reasons

can be

hardly

considered since the frustration effects have never been observed in the other

types

of

bilayer

smectic

phases

of

figures

16 and 1c which have no

spontaneous polarization [14].

The

present

frustrated smectic

phase

with the

twc-dimensionally positional

order is the

third

example

which is caused

by

the different reason.

References

iii

Watanabe J. and

Hayashi M.,

Macromolecules 21

(1988)

278.

[2] Watanabe J. and

Hayashi M.,

Macromolecules 22

(1989)

4083.

[3] Watanabe

J., Hayashi M.,

Kinoshita S. and Niori T.,

Polym.

J.

(Japan)

24

(1992)

597.

[4] Watanabe J. and Kiuoshita

S.,

J.

Phys.

II FFance 2

(1992)

1237.

[5] Takanishi Y., Takezoe

H.,

Fukuda A. and Watanabe

J., Phys.

Rev. B 45

(1992)

7684.

[6] Watanabe J., Komura H. and Niori

T., Liq. Cryst.

13

(1993)

455.

[7] Watanabe J.,

Hayashi M.,

Morita A. and Niori

T.,

Mol.

Cryst. Liq. Cryst.,

in press.

[8] In the

previous

reports, this

phase

has been termed SC2

Phase,

but

SC2

is a

confusing

notation

in the context of the nomenclature described in low molar

mass systems. For this reason, we will hereafter

adopt

the notation of

SC

A which has been

adopted

for the

same type of smectic

phase

in low molar mass system

by

Fukuda et al.; Chandani

A-D-L-,

Gorecka

E.,

Ouchi

Y.,

Takezoe H. and Fukuda A.,

Jpn

J.

Appl. Phys.

28

(1989)

L1265.

[9] Abe

A.,

Macromolecules17

(1984)

2280.

[10] Petscheck R-G- and

Wiefling

K-M-,

Phys.

Rev. Let. 59

(1987)

343.

[11] International Table for X-ray

Crystallography (1959)

Vol. I

(Birmingham, Kynoch Press)

p. 208.

[12] It should be noted here that this space group is

essentially

different from that of the

SCA Phase

which is

analogous

to the

crystallographic D(~

[4, 11].

[13]

Meyer R-B-,

Mol.

Cryst. Liq. Cryst.

40

(1977)

33.

[14] Nakata Y., Shimizu K. and Watanabe J., to be

published.

[15]

Sigaud

G., Hardouin F., Achard M-F- and Levelut A-M-, J.

Phys.

France 42

(1981)

107.

(16] Prost J. and Barois P., J. Chim.

Phys.

80

(1983)

65.

[17] Prost

J.,

Adv.

Phys.

33

(1984)

1.

(9)

588 JOURNAL DE

PHYSIQUE

II N°4

[18] It should noted here that the fundamental

bilayer

smectic phase has a biaxial character and so another frustrated structure can be also

proposed

such that the unusual

density

modulation

occurs in a direction

perpendicular

to the tilt direction. In the present time, we cannot select

one of these two models since the

X-ray

pattern has been observed

only

for the fiber

specimen.

However, even if any model is

adopted,

the structural characteristics described here are not

essentially

altered.

[19] Endres

B-M-,

Ebert

M.,

Wendorff

J.H.,

Reck B. and

Ringsdorf H., Liq. Cryst.

7

(1990)

217.

[20]

Mensinger H.,

Biswas A. and Poths H., Macromolecules 25

(1992)

3156.

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